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The following examples show the use of function SOLVE in ALG and RPN
modes (Use Complex mode in the CAS):
The screen shot shown above displays two solutions. In the first one, β
4
-5β
=125, SOLVE produces no solutions { }. In the second one, β
4
- 5β = 6,
SOLVE produces four solutions, shown in the last output line. The very last
solution is not visible because the result occupies more characters than the
width of the calculator’s screen. However, you can still see all the solutions
by using the down arrow key (
˜), which triggers the line editor (this
operation can be used to access any output line that is wider than the
calculator’s screen):
The corresponding RPN screens for these two examples, before and after
the application of function SOLVE, are shown next:
SG49A.book Page 3 Friday, September 16, 2005 1:31 PM
- HP 50g graphing calculator 1
- Printing History 2
- Table of Contents 4
- Page TOC-2 5
- Page TOC-3 6
- Page TOC-4 7
- Chapter 8 - Vectors 8
- Chapter 10 - Graphics 9
- Page TOC-7 10
- Chapter 18 - Using SD cards 11
- Chapter 19 - Equation Library 11
- Chapter 1 12
- Getting started 12
- Basic Operations 12
- Page 1-2 13
- The TOOL menu 14
- Setting time and date 15
- Page 1-5 16
- Selecting calculator modes 17
- Operating Mode 18
- Page 1-8 19
- Page 1-9 20
- Standard format 21
- Fixed format with decimals 21
- Scientific format 22
- Engineering format 23
- Page 1-13 24
- Angle Measure 25
- Coordinate System 25
- Selecting CAS settings 26
- Explanation of CAS settings 27
- Selecting Display modes 28
- Selecting the display font 29
- Page 1-19 30
- Chapter 2 32
- Introducing the calculator 32
- Calculator objects 32
- Page 2-2 33
- Page 2-3 34
- Page 2-4 35
- Page 2-5 36
- Page 2-6 37
- Page 2-7 38
- The HOME directory 39
- Variables 40
- Creating variables 41
- RPN mode 42
- Page 2-12 43
- Checking variables contents 44
- Deleting variables 45
- Page 2-15 46
- UNDO and CMD functions 47
- CHOOSE boxes vs. Soft MENU 47
- Page 2-17 48
- Chapter 3 50
- Page 3-2 51
- Page 3-3 52
- √, ^, XROOT, LOG 53
- Using calculator menus 54
- Page 3-6 55
- Operations with units 56
- Page 3-8 57
- Available units 58
- Attaching units to numbers 58
- Unit prefixes 59
- Unit conversions 61
- Page 3-13 62
- Page 3-14 63
- Defining and using functions 64
- Chapter 4 66
- Definitions 66
- Entering complex numbers 67
- ∠θ). The angle 68
- The CMPLX menus 69
- Page 4-5 70
- CMPLX menu in keyboard 71
- Chapter 5 74
- Entering algebraic objects 74
- Page 5-2 75
- Functions in the ALG menu 76
- Page 5-4 77
- Page 5-5 78
- Page 5-6 79
- Page 5-7 80
- Polynomials 81
- Fractions 82
- The SIMP2 function 83
- The PROPFRAC function 83
- The PARTFRAC function 83
- The FCOEF function 83
- Page 5-11 84
- Chapter 6 86
- Solution to equations 86
- Function SOLVE 87
- Page 6-3 88
- Function SOLVEVX 89
- Function ZEROS 89
- Numerical solver menu 90
- Polynomial Equations 91
- Page 6-7 92
- Financial calculations 93
- Function STEQ 94
- Page 6-10 95
- Chapter 7 98
- Operations with lists 98
- Creating and storing lists 98
- Page 7-2 99
- Page 7-3 100
- Lists of complex numbers 101
- Lists of algebraic objects 102
- The MTH/LIST menu 102
- ∆LIST operation from the 103
- Reference 104
- The SEQ function 104
- The MAP function 104
- Chapter 8 106
- Entering vectors 106
- [1, 2], u 107
- [-3, 2, -2], v 107
- [3,-1], v 107
- [1, -5, 2] 107
- Page 8-3 108
- Page 8-4 109
- Changing sign 110
- Addition, subtraction 110
- The MTH/VECTOR menu 111
- Magnitude 112
- Dot product 112
- Cross product 112
- Chapter 9 114
- Matrices and linear algebra 114
- Page 9-2 115
- Operations with matrices 116
- Multiplication by a scalar 117
- .,,2,1;,,2,1 118
- Term-by-term multiplication 119
- The identity matrix 120
- The inverse matrix 120
- Page 9-8 121
- Solution of linear systems 122
- Page 9-10 123
- Page 9-11 124
- References 125
- Chapter 10 126
- Graphics 126
- Page 10-2 127
- Page 10-3 128
- Page 10-4 129
- Fast 3D plots 130
- Page 10-6 131
- Chapter 11 134
- Calculus Applications 134
- The CALC (Calculus) menu 134
- Limits and derivatives 134
- )(lim xf 135
- Functions DERIV and DERVX 136
- CxFdxxf += 136
- Definite integrals 137
- Infinite series 138
- Chapter 12 140
- Partial derivatives 140
- Multiple integrals 141
- [] [] [] [] 142
- Divergence 143
- Chapter 14 144
- Differential Equations 144
- The CALC/DIFF menu 144
- Page 14-2 145
- Function DESOLVE 146
- The variable ODETYPE 146
- Exact expressions 146
- Laplace Transforms 147
- Fourier series 148
- Page 14-6 149
- Chapter 15 152
- Probability Distributions 152
- Random numbers 153
- The MTH/PROB menu - part 2 154
- Chapter 16 156
- Statistical Applications 156
- Entering data 156
- Sample vs. population 157
- Page 16-3 158
- @@@OK@@@ 159
- Page 16-5 160
- Page 16-6 161
- Confidence intervals 162
- @@@OK@@@. Enter the 163
- ˜. Press @@@OK@@@ when 163
- Hypothesis testing 164
- @@@OK@@@: 165
- @@@OK@@@. The result is: 165
- Chapter 17 168
- Numbers in Different Bases 168
- The BASE menu 168
- Writing non-decimal numbers 169
- Chapter 18 170
- Using SD cards 170
- Formatting an SD card 170
- Page 18-2 171
- Page 18-3 172
- Page 18-4 173
- Chapter 19 174
- Equation Library 174
- Page 19-3 176
- Limited Warranty 178
- Page W-2 179
- Country : 180
- Telephone numbers 180
- Page W-4 181
- Regulatory information 182
- xxxx* 183
- Japanese Notice 184
- Korean Notice 184
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